maths class 7. congruence in triangles
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Step-by-step explanation:
angle A =angle C (given)
AB=CB(given)
BD=BD(common in ∆ABD&∆CBD)
∆ABD~= ∆CBD(bySSA)
Answered by
0
Try to apply RHS congruence criterion!
Step-by-step explanation:
In ∆ABD & ∆CBD,
Angle A = Angle C (Each 90°)
BD = BD (Common)
AB = CD (Given)
So, ∆ABD is congruent to ∆CBD (By RHS congruence criterion)
Note:
There is no SSA congruence criterion in Triangle Congruence.
Therefore, Riya Bhalla's answer is absolutely wrong and incorrect.
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